31-May-2023 14:42:55 toms847_test() MATLAB/Octave version 5.2.0 Test toms847(). matched = 4 Sparse grid representation of the function: z = scalar structure containing the fields: vals = { [1,1] = 0.10160 [1,2] = 0.565908 -0.096311 -0.058206 -0.033308 [1,3] = 0.1934430 -0.0351454 -0.5412707 0.0578598 -0.4754260 0.0331769 -0.0020398 0.0151288 [1,4] = 0.04766430 -0.05918769 -0.01981846 -0.00239548 -0.18218164 0.02571389 -0.15384313 0.01524142 -0.19473854 0.00209356 0.17848540 -0.01506740 -0.00154273 0.00126814 0.00605758 0.00088544 [1,5] = 0.002171521 0.028954050 0.004624241 -0.021919475 -0.008170084 -0.002567095 -0.000903932 -0.000363166 -0.047105588 0.063651947 0.016984104 0.000915481 -0.044679744 0.068036818 0.010910034 0.000398620 -0.058609937 0.001424067 0.061945973 -0.006906089 -0.014992876 0.001554632 -0.099040696 -0.001253364 0.346317859 -0.006041786 -0.090450569 -0.000870808 -0.000392132 -0.000357088 -0.000034045 0.000715327 0.001481867 0.001412628 0.000596913 -0.000101627 [1,6] = 0.0013935979 0.0003471136 0.0043598892 0.0096852827 0.0060002803 -0.0033502441 -0.0061905000 -0.0045671783 -0.0026801751 -0.0014885802 -0.0008321181 -0.0004783282 -0.0002844648 -0.0001750360 -0.0001111976 -0.0000727297 -0.0021490860 -0.0285924713 -0.0034427862 0.0227207730 0.0076591711 0.0017942680 0.0004096448 0.0001023009 -0.0020492301 -0.0270408222 -0.0002198807 0.0213547679 0.0053908769 0.0009577230 0.0001843575 0.0000420190 -0.0206588707 0.0362601022 0.0017884920 -0.0000927380 0.0145144176 -0.0215330648 -0.0049075069 -0.0001853965 -0.0061083996 0.0008293914 -0.0238156026 -0.0004912572 0.0706037558 -0.0028468381 -0.0236427792 -0.0003049209 -0.0022228582 0.0003948819 -0.0057189908 0.0003602800 -0.0157220446 0.0000376019 -0.0330461702 -0.0007115118 0.0678941706 -0.0014779218 0.0416895924 -0.0014086923 -0.0319449614 -0.0005931250 -0.0137427212 0.0001051410 -0.0000952236 -0.0001001302 -0.0000968934 -0.0000794216 -0.0000402698 0.0000270088 0.0001228962 0.0002354945 0.0003377943 0.0003956499 0.0003862585 0.0003134818 0.0002051179 0.0000949242 0.0000061199 -0.0000532508 [1,7] = 0.0005954088 0.0001403594 0.0000085224 0.0002061174 0.0007220463 0.0014774254 0.0022247725 0.0025340987 0.0020518067 0.0008935079 -0.0003736641 -0.0012330074 -0.0015577531 -0.0015038678 -0.0012752674 -0.0010090448 -0.0007695771 -0.0005765355 -0.0004290717 -0.0003193787 -0.0002387299 -0.0001796177 -0.0001362044 -0.0001041607 -0.0000803490 -0.0000625176 -0.0000490551 -0.0000388063 -0.0000309392 -0.0000248513 -0.0000201033 -0.0000163721 -0.0013791719 -0.0003435389 -0.0043130960 -0.0095459846 -0.0057459210 0.0036756955 0.0064679457 0.0046807349 0.0026126721 0.0013120806 0.0006295370 0.0002981515 0.0001423008 0.0000693206 0.0000347075 0.0000179155 -0.0013149871 -0.0003276191 -0.0041062948 -0.0089633987 -0.0048698103 0.0043289803 0.0064228133 0.0040991763 0.0019617896 0.0008413086 0.0003516577 0.0001493494 0.0000656928 0.0000301468 0.0000144531 0.0000072283 -0.0009551270 -0.0124473636 0.0019534020 0.0096069295 0.0012882205 -0.0000083600 -0.0000356787 -0.0000128109 0.0006463217 0.0089239496 0.0023160715 -0.0084349636 -0.0023969081 -0.0004398410 -0.0000856033 -0.0000195987 -0.0007352257 0.0002540096 0.0007223394 -0.0000081387 -0.0137287446 0.0251055634 -0.0001659445 -0.0000381777 0.0550274782 -0.0777997594 -0.0022026601 -0.0000528990 -0.0115146576 0.0217371953 -0.0000147628 -0.0000363238 -0.0009454098 0.0002053752 -0.0022544646 0.0001984158 -0.0051409060 0.0000479095 -0.0053668549 -0.0003175180 0.0162821814 -0.0006956163 0.0132831569 -0.0006613831 -0.0062585228 -0.0002593557 -0.0046652845 0.0000802801 -0.0004391607 0.0000958815 -0.0006877026 0.0001008469 -0.0011018252 0.0000976656 -0.0018043463 0.0000802449 -0.0030022253 0.0000411389 -0.0049699536 -0.0000261003 -0.0076277288 -0.0001219553 -0.0082061057 -0.0002345290 0.0038952330 -0.0003368124 0.0296088086 -0.0003946604 0.0236420779 -0.0003852702 -0.0013800112 -0.0003125035 -0.0086801753 -0.0002041581 -0.0069130778 -0.0000939912 -0.0043576843 -0.0000052212 -0.0026189087 0.0000541082 -0.0000233258 -0.0000242564 -0.0000248941 -0.0000251088 -0.0000247402 -0.0000235965 -0.0000214576 -0.0000180834 -0.0000132306 -0.0000066804 0.0000017217 0.0000120156 0.0000240685 0.0000375225 0.0000517607 0.0000659127 0.0000789143 0.0000896271 0.0000970049 0.0001002729 0.0000990742 0.0000935405 0.0000842663 0.0000721925 0.0000584370 0.0000441168 0.0000302040 0.0000174373 0.0000062935 -0.0000029956 -0.0000103965 -0.0000160170 [1,8] = 0.00018786056 0.00011202931 0.00005488532 0.00001784936 0.00000135742 0.00000548109 0.00003020955 0.00007537887 0.00014025125 0.00022277253 0.00031860881 0.00042020787 0.00051632647 0.00059260733 0.00063368662 0.00062678310 0.00056582514 0.00045439763 0.00030585200 0.00014011628 -0.00002156618 -0.00016173539 -0.00026977307 -0.00034233849 -0.00038183453 -0.00039406625 -0.00038606494 -0.00036456434 -0.00033519094 -0.00030220459 -0.00026857172 -0.00023619158 -0.00020615937 -0.00017900571 -0.00015488915 -0.00013373904 -0.00011535548 -0.00009947576 -0.00008581650 -0.00007409873 -0.00006406182 -0.00005547011 -0.00004811514 -0.00004181523 -0.00003641371 -0.00003177643 -0.00002778916 -0.00002435488 -0.00002139145 -0.00001882933 -0.00001660972 -0.00001468290 -0.00001300677 -0.00001154567 -0.00001026938 -0.00000915220 -0.00000817230 -0.00000731107 -0.00000655264 -0.00000588342 -0.00000529178 -0.00000476774 -0.00000430273 -0.00000388934 -0.00058921910 -0.00013891421 -0.00000843471 -0.00020399367 -0.00071450459 -0.00146117024 -0.00219681574 -0.00249219580 -0.00199511477 -0.00082334808 0.00045322649 0.00131517477 0.00163392356 0.00156542619 0.00131566438 0.00102530604 0.00076263006 0.00055036526 0.00038924998 0.00027163111 0.00018795909 0.00012947122 0.00008905785 0.00006132768 0.00004236367 0.00002940034 0.00002052264 0.00001442102 0.00001020671 0.00000727876 0.00000523111 0.00000378900 -0.00056170119 -0.00013247790 -0.00000804415 -0.00019453644 -0.00068100526 -0.00138965889 -0.00207682837 -0.00232131013 -0.00178441516 -0.00060042320 0.00064829794 0.00144239631 0.00166912095 0.00150932400 0.00119067450 0.00086362733 0.00059404190 0.00039541114 0.00025827414 0.00016718049 0.00010798916 0.00006994736 0.00004558265 0.00002995155 0.00001987164 0.00001332279 0.00000902979 0.00000618774 0.00000428671 0.00000300167 0.00000212383 0.00000151790 -0.00061283112 -0.00015273009 -0.00190941360 -0.00408060648 -0.00185155748 0.00255668203 0.00312335841 0.00164389788 0.00056728481 0.00013579521 0.00001261882 -0.00001110123 -0.00001078395 -0.00000706001 -0.00000415570 -0.00000236928 0.00041494627 0.00010324610 0.00130752722 0.00306524460 0.00223893188 -0.00107998905 -0.00239766252 -0.00171125132 -0.00086236909 -0.00037962222 -0.00016094130 -0.00006891174 -0.00003046208 -0.00001402333 -0.00000673713 -0.00000337414 -0.00003072707 -0.00046682626 -0.00068229520 0.00072923359 0.00038304282 0.00004305126 -0.00000119646 -0.00000197857 -0.00065460441 -0.00812757469 0.00437478770 0.00411299115 0.00005538010 -0.00006045439 -0.00001684732 -0.00000434767 0.00280367967 0.03131133701 -0.02029704992 -0.01079528865 -0.00122030083 -0.00015153370 -0.00002506870 -0.00000533691 -0.00054022878 -0.00688002061 0.00294723866 0.00410658284 0.00013798572 -0.00005092891 -0.00001583287 -0.00000421688 -0.00008786199 -0.00008956572 0.00016372824 -0.00000032041 -0.00032064738 0.00032071886 0.00018964130 -0.00000384181 -0.00144597200 0.00290173368 0.00009580019 -0.00000776480 -0.00597656181 0.00977420510 -0.00020320772 -0.00001119871 0.00944632959 -0.01490546861 -0.00053618539 -0.00001315933 0.00400200620 -0.00836749904 -0.00050552925 -0.00001301197 -0.00519589831 0.00907843820 -0.00015344571 -0.00001080604 -0.00117204355 0.00229071144 0.00011953555 -0.00000724787 -0.00018925858 0.00004933539 -0.00028912909 0.00005301156 -0.00044697013 0.00005272202 -0.00069354532 0.00004537558 -0.00105918291 0.00002718997 -0.00151396804 -0.00000512957 -0.00174090431 -0.00005190158 -0.00068224629 -0.00010725367 0.00261093123 -0.00015774791 0.00514814062 -0.00018636032 0.00478125631 -0.00018171361 0.00159704604 -0.00014573488 -0.00118018656 -0.00009229189 -0.00174526819 -0.00003820913 -0.00139272523 0.00000497420 -0.00094940947 0.00003331348 -0.00009817136 0.00002348647 -0.00012213892 0.00002442463 -0.00015281506 0.00002506968 -0.00019229198 0.00002529156 -0.00024336108 0.00002492986 -0.00030974142 0.00002379286 -0.00039635536 0.00002166038 -0.00050961349 0.00001829223 -0.00065757946 0.00001344515 -0.00084965727 0.00000690034 -0.00109490642 -0.00000149689 -0.00139689953 -0.00001178621 -0.00174066115 -0.00002383506 -0.00206350108 -0.00003728547 -0.00219981579 -0.00005152062 -0.00180744411 -0.00006567007 -0.00036662650 -0.00007866959 0.00248602272 -0.00008938090 0.00610235633 -0.00009675777 0.00837740661 -0.00010002538 0.00748418207 -0.00009882676 0.00417956345 -0.00009329382 0.00079285160 -0.00008402086 -0.00129890809 -0.00007194888 -0.00211131667 -0.00005819569 -0.00216624084 -0.00004387833 -0.00190076444 -0.00002996882 -0.00155433612 -0.00001720604 -0.00122902158 -0.00000606650 -0.00095704806 0.00000321790 -0.00074113213 0.00001061363 -0.00057379476 0.00001622858 -0.00000576563 -0.00000589579 -0.00000601272 -0.00000611322 -0.00000619369 -0.00000625008 -0.00000627785 -0.00000627202 -0.00000622706 -0.00000613699 -0.00000599532 -0.00000579516 -0.00000552922 -0.00000518994 -0.00000476960 -0.00000426052 -0.00000365523 -0.00000294676 -0.00000212893 -0.00000119674 -0.00000014674 0.00000102251 0.00000230998 0.00000371171 0.00000522040 0.00000682498 0.00000851034 0.00001025721 0.00001204213 0.00001383769 0.00001561301 0.00001733441 0.00001896639 0.00002047280 0.00002181815 0.00002296913 0.00002389600 0.00002457403 0.00002498467 0.00002511652 0.00002496589 0.00002453698 0.00002384171 0.00002289907 0.00002173416 0.00002037699 0.00001886110 0.00001722203 0.00001549595 0.00001371826 0.00001192248 0.00001013929 0.00000839583 0.00000671530 0.00000511670 0.00000361484 0.00000222053 0.00000094086 -0.00000022044 -0.00000126252 -0.00000218696 -0.00000299733 -0.00000369872 -0.00000429737 [1,9] = 0.000052295393 0.000041757222 0.000032259679 0.000023902336 0.000016751629 0.000010848816 0.000006217188 0.000002868222 0.000000806500 0.000000033291 0.000000548766 0.000002352828 0.000005444563 0.000009820293 0.000015470273 0.000022374029 0.000030494443 0.000039770733 0.000050110612 0.000061382079 0.000073405485 0.000085946753 0.000098712845 0.000111350719 0.000123451081 0.000134558076 0.000144185711 0.000151841121 0.000157053881 0.000159409531 0.000158584335 0.000154377534 0.000146736916 0.000135773844 0.000121764895 0.000105138891 0.000086450136 0.000066340628 0.000045495560 0.000024597250 0.000004282529 -0.000014892247 -0.000032475827 -0.000048135305 -0.000061658428 -0.000072946694 -0.000082001619 -0.000088906807 -0.000093808290 -0.000096895150 -0.000098381890 -0.000098493459 -0.000097453315 -0.000095474559 -0.000092753865 -0.000089467832 -0.000085771265 -0.000081796942 -0.000077656430 -0.000073441599 -0.000069226544 -0.000065069688 -0.000061015916 -0.000057098624 -0.000053341618 -0.000049760821 -0.000046365780 -0.000043160965 -0.000040146876 -0.000037320967 -0.000034678418 -0.000032212760 -0.000029916381 -0.000027780932 -0.000025797644 -0.000023957579 -0.000022251815 -0.000020671588 -0.000019208398 -0.000017854079 -0.000016600847 -0.000015441332 -0.000014368590 -0.000013376109 -0.000012457801 -0.000011607995 -0.000010821423 -0.000010093196 -0.000009418789 -0.000008794020 -0.000008215029 -0.000007678253 -0.000007180410 -0.000006718478 -0.000006289673 -0.000005891437 -0.000005521414 -0.000005177437 -0.000004857516 -0.000004559817 -0.000004282657 -0.000004024486 -0.000003783879 -0.000003559525 -0.000003350217 -0.000003154844 -0.000002972384 -0.000002801894 -0.000002642507 -0.000002493422 -0.000002353903 -0.000002223268 -0.000002100889 -0.000001986187 -0.000001878626 -0.000001777712 -0.000001682987 -0.000001594028 -0.000001510443 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0.000003297912 0.000002774584 0.000002338680 0.000001975023 0.000001671138 0.000001416764 0.000001203458 0.000001024269 0.000000873462 -0.000177182542 -0.000105714188 -0.000051801988 -0.000016847616 -0.000001281245 -0.000005173513 -0.000028513749 -0.000071140188 -0.000132324915 -0.000210041555 -0.000300016472 -0.000394808147 -0.000483354115 -0.000551566326 -0.000584451322 -0.000569700809 -0.000501802991 -0.000384952083 -0.000233098573 -0.000066682018 0.000092713002 0.000227526524 0.000327322111 0.000389219154 0.000416307570 0.000415216680 0.000393830461 0.000359659388 0.000318950886 0.000276385839 0.000235144596 0.000197155512 0.000163398592 0.000134192082 0.000109429616 0.000088759777 0.000071712599 0.000057782730 0.000046479976 0.000037356827 0.000030020699 0.000024136657 0.000019424657 0.000015654029 0.000012636875 0.000010221409 0.000008285767 0.000006732542 0.000005484115 0.000004478761 0.000003667446 0.000003011237 0.000002479214 0.000002046807 0.000001694467 0.000001406624 0.000001170855 0.000000977230 0.000000817795 0.000000686168 0.000000577213 0.000000486791 0.000000411558 0.000000348802 -0.000261705119 -0.000061759530 -0.000003750261 -0.000090686520 -0.000317199122 -0.000645165978 -0.000955439812 -0.001043520160 -0.000750081591 -0.000153921353 0.000446111389 0.000792678546 0.000842645752 0.000704178031 0.000504385010 0.000322604264 0.000188143865 0.000100778410 0.000049161786 0.000020992263 0.000006764968 0.000000223803 -0.000002356961 -0.000003040694 -0.000002903001 -0.000002471977 -0.000001988465 -0.000001550067 -0.000001186932 -0.000000899932 -0.000000679016 -0.000000511519 0.000177436211 0.000041747077 0.000002534410 0.000061314353 0.000215379375 0.000445273204 0.000687749214 0.000822406363 0.000722497703 0.000371575589 -0.000081554029 -0.000436616183 -0.000595758791 -0.000586760232 -0.000488436887 -0.000367264937 -0.000258981004 -0.000175434216 -0.000116042395 -0.000075808983 -0.000049304671 -0.000032101383 -0.000021002511 -0.000013842850 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0.000001809556 0.000002020340 0.000002235314 0.000002453810 0.000002675095 0.000002898371 0.000003122780 0.000003347407 0.000003571284 0.000003793397 0.000004012689 0.000004228073 0.000004438435 0.000004642645 0.000004839570 0.000005028079 0.000005207059 0.000005375425 0.000005532130 0.000005676177 0.000005806634 0.000005922639 0.000006023414 0.000006108277 0.000006176644 0.000006228042 0.000006262112 0.000006278615 0.000006277435 0.000006258580 0.000006222183 0.000006168500 0.000006097904 0.000006010883 0.000005908035 0.000005790057 0.000005657737 0.000005511946 0.000005353628 0.000005183785 0.000005003471 0.000004813775 0.000004615813 0.000004410717 0.000004199621 0.000003983652 0.000003763921 0.000003541513 0.000003317478 0.000003092825 0.000002868516 0.000002645457 0.000002424500 0.000002206432 0.000001991979 0.000001781801 0.000001576492 0.000001376580 0.000001182527 0.000000994731 0.000000813531 0.000000639201 0.000000471963 0.000000311982 0.000000159374 0.000000014207 -0.000000123494 -0.000000253744 -0.000000376595 -0.000000492129 -0.000000600459 -0.000000701725 -0.000000796087 -0.000000883724 -0.000000964833 -0.000001039623 -0.000001108315 } gridType = Clenshaw-Curtis d = 2 range = 0 2 -1 1 maxLevel = 8 estRelError = 0.0089859 fevalRange = 0.0049479 0.9975000 minGridVal = 1 0 maxGridVal = 0.062500 0.625000 nPoints = 1537 fevalTime = 0.028076 surplusCompTime = 1.3882 Current dim: 1 Computing sparse grid surpluses up to level 17... matched = 5 matched = 6 matched = 4 matched = 1 Computing time: 94.16 [s]. Performing 1000 evaluations for each level... Done! Current dim: 2 Computing sparse grid surpluses up to level 13... matched = 5 matched = 6 matched = 4 matched = 1 Computing time: 152.2595 [s]. Performing 1000 evaluations for each level... Done! Current dim: 4 Computing sparse grid surpluses up to level 10... matched = 5 matched = 6 matched = 4 matched = 1 Computing time: 630.751 [s]. Performing 1000 evaluations for each level... Done! Current dim: 8 Computing sparse grid surpluses up to level 6... matched = 5 matched = 6 matched = 4 matched = 1 Computing time: 383.8162 [s]. Performing 1000 evaluations for each level... Done! Current dim: 16 Computing sparse grid surpluses up to level 4... matched = 5 matched = 6 matched = 4 matched = 1 Computing time: 428.888 [s]. Performing 1000 evaluations for each level... Done! Current dim: 1 Current level n = 0... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0006485 [s]. Computing hierarchical surpluses took 0 [s]. Current level n = 1... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0011902 [s]. Computing hierarchical surpluses took 0.00035858 [s]. Current level n = 2... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0017624 [s]. Computing hierarchical surpluses took 0.00097656 [s]. Current level n = 3... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0023956 [s]. Computing hierarchical surpluses took 0.0020828 [s]. Current level n = 4... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0029297 [s]. Computing hierarchical surpluses took 0.0042419 [s]. Current level n = 5... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0034866 [s]. Computing hierarchical surpluses took 0.0086288 [s]. Current level n = 6... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0040741 [s]. Computing hierarchical surpluses took 0.018135 [s]. Current level n = 7... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0046234 [s]. Computing hierarchical surpluses took 0.039024 [s]. Current level n = 8... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0052719 [s]. Computing hierarchical surpluses took 0.085793 [s]. Current level n = 9... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0058212 [s]. Computing hierarchical surpluses took 0.18945 [s]. Current level n = 10... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0064697 [s]. Computing hierarchical surpluses took 0.42278 [s]. Current level n = 11... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0070724 [s]. Computing hierarchical surpluses took 0.92422 [s]. Current level n = 12... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0078354 [s]. Computing hierarchical surpluses took 2.0306 [s]. Current level n = 13... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0085526 [s]. Computing hierarchical surpluses took 4.4319 [s]. Current level n = 14... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0092316 [s]. Computing hierarchical surpluses took 9.6123 [s]. Current level n = 15... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.010216 [s]. Computing hierarchical surpluses took 20.7267 [s]. Current level n = 16... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.011497 [s]. Computing hierarchical surpluses took 44.6123 [s]. Current level n = 17... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.013695 [s]. Computing hierarchical surpluses took 95.0528 [s]. Current dim: 2 Current level n = 0... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.00084686 [s]. Computing hierarchical surpluses took 0 [s]. Current level n = 1... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0021362 [s]. Computing hierarchical surpluses took 0.00058746 [s]. Current level n = 2... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0038986 [s]. Computing hierarchical surpluses took 0.0025253 [s]. Current level n = 3... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0062943 [s]. Computing hierarchical surpluses took 0.0078735 [s]. Current level n = 4... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.009201 [s]. Computing hierarchical surpluses took 0.023438 [s]. Current level n = 5... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.012611 [s]. Computing hierarchical surpluses took 0.067215 [s]. Current level n = 6... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.016541 [s]. Computing hierarchical surpluses took 0.18879 [s]. Current level n = 7... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.021133 [s]. Computing hierarchical surpluses took 0.51906 [s]. Current level n = 8... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.026253 [s]. Computing hierarchical surpluses took 1.399 [s]. Current level n = 9... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.032112 [s]. Computing hierarchical surpluses took 3.7045 [s]. Current level n = 10... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.038338 [s]. Computing hierarchical surpluses took 9.6213 [s]. Current level n = 11... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.045563 [s]. Computing hierarchical surpluses took 24.5238 [s]. Current level n = 12... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.053436 [s]. Computing hierarchical surpluses took 61.5618 [s]. Current level n = 13... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.062302 [s]. Computing hierarchical surpluses took 151.2594 [s]. Current dim: 4 Current level n = 0... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0012665 [s]. Computing hierarchical surpluses took 0 [s]. Current level n = 1... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0054703 [s]. Computing hierarchical surpluses took 0.0013275 [s]. Current level n = 2... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.016228 [s]. Computing hierarchical surpluses took 0.012756 [s]. Current level n = 3... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.038681 [s]. Computing hierarchical surpluses took 0.0755 [s]. Current level n = 4... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.078926 [s]. Computing hierarchical surpluses took 0.34848 [s]. Current level n = 5... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.14511 [s]. Computing hierarchical surpluses took 1.4108 [s]. Current level n = 6... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.2504 [s]. Computing hierarchical surpluses took 5.2659 [s]. Current level n = 7... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.395 [s]. Computing hierarchical surpluses took 18.4834 [s]. Current level n = 8... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.60473 [s]. Computing hierarchical surpluses took 61.9229 [s]. Current level n = 9... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.883 [s]. Computing hierarchical surpluses took 200.4585 [s]. Current level n = 10... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 1.2489 [s]. Computing hierarchical surpluses took 629.0445 [s]. Current dim: 8 Current level n = 0... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0021591 [s]. Computing hierarchical surpluses took 0 [s]. Current level n = 1... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.018257 [s]. Computing hierarchical surpluses took 0.0040741 [s]. Current level n = 2... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.095146 [s]. Computing hierarchical surpluses took 0.089729 [s]. Current level n = 3... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.36605 [s]. Computing hierarchical surpluses took 1.0945 [s]. Current level n = 4... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 1.1499 [s]. Computing hierarchical surpluses took 9.4728 [s]. Current level n = 5... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 3.1073 [s]. Computing hierarchical surpluses took 65.4706 [s]. Current level n = 6... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 7.4951 [s]. Computing hierarchical surpluses took 380.1346 [s]. Current dim: 16 Current level n = 0... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.0042038 [s]. Computing hierarchical surpluses took 0 [s]. Current level n = 1... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.07579 [s]. Computing hierarchical surpluses took 0.014656 [s]. Current level n = 2... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 0.71938 [s]. Computing hierarchical surpluses took 0.72865 [s]. Current level n = 3... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 4.7876 [s]. Computing hierarchical surpluses took 20.3882 [s]. Current level n = 4... matched = 5 matched = 6 matched = 4 matched = 1 Computing sparse grid points and evaluating function took 25.0539 [s]. Computing hierarchical surpluses took 406.3374 [s]. toms847_test(): Normal end of execution. 31-May-2023 16:55:12